PROJECT TITLE :
Distributed Opportunistic Two-Hop Relaying With Backoff-Based Contention Among Spatially Random Relays
Cooperative transmission can exploit the published nature of a wireless medium and leverage relay nodes to forward overheard data from the source to the destination. To optimize the performance gain, effective cooperation methods are essential to spot the best relay(s) with a minimum overhead and enable forwarding with high success likelihood. In this paper, we target an opportunistic relaying scenario and develop 2 distributed cooperation strategies. Both adopt a backoff-based mostly intergroup coordination, whereas the intragroup contention is predicated on either the forwarding chance or backoff timer. In explicit, we tend to use stochastic geometry to deal with the impact of spatial distribution of relays. Considering a Poisson purpose process for random relays, we derive the probability distributions of the typical received signal-to-noise ratio (SNR) and transmission success chance of potential relays. Making use of such statistics and site information, every relay will independently confirm its competition parameters like backoff time and/or a forwarding chance. We analytically evaluate the relaying performance and validate the accuracy with simulations. The results demonstrate the advance over a pure probabilistic scheme and also the gap to the higher bound of a centralized scheme with the preselected best relay.
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